@visualmaths: A convergent series is one that ends at a set value. Some only reach that value after an infinite number of terms, requiring limits and geometric visualizations to uncover the answer. In the video is the sum of reciprocals of increasing powers of 2, now yes you can just use a/(1-r) but it's much nicer to see that if you let each term represent an area, they will all piece together into a square of area 1. You could not use integration, as this is a discrete sum with countably infinite terms instead of uncountably infinite. #math #edit #animation #educational #editaudio
And THIS is basically the principal on how Gojo's Infinity works. Suppose 1 is the point where the person moving forward makes it to him. The Eqn makes it so that every time the distance he travels is HALVED so that soon it will be like he isn't even moving forward at all. THATS THAT.
2026-05-29 16:18:59
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Ftw_fr :
so it's equal to 1
2026-05-26 14:01:24
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Samuel202✌️🥊🥊 :
This just made me understand sigma😭
2026-05-25 23:07:40
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༒︎ပီတာ༒︎ :
9-10+1=?
2026-06-13 10:00:14
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Akira Takahashi :
WE are larping math bro
2026-05-26 13:31:57
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michaelangelus :
the confutation of zeno's paradox
2026-05-25 19:31:47
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Kauã Caleb :
this happens because 0.99999... = 1
2026-05-27 00:48:49
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CCMN💤 :
ê ý là cái phần hình vuông á🗿
theo định nghĩa thị nó sẽ ko bảo h cs thể vuông bro
2026-05-24 23:09:46
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Mango :
Извините я в 6 классе и вроде что то понимаю
2026-05-25 20:30:08
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F1LIN :
а это будет на ОГЭ?
2026-05-31 19:17:38
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pLuTo :
hmm, is this the same concept as dx at calculus?
2026-05-27 18:09:29
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